This unique textbook, which is based on courses taught by the author to students in the US, UK and Europe, introduces the geometry, analysis and topology necessary to understand the mathematical framework for computer graphics. The topics covered range from symmetry and tilings to chaos and fractals, and the applications from computational geometry through numerical analysis to geometric modelling. Consequently it will be welcomed by mathematicians, computer scientists and engineers, whether students or professionals.
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."..many an undergraduate mathematics major never has such a good opportunity to see all these subjects working together. Recommended." D.V. Feldman, Choice ."..a well-written book on the beauty of planar sets...accessible to anyone with a modest knowledge of mathematics and with an aptitude for logical reasoning...an excellent book...recommended to any mathematician who wants to deepen his knowledge of planar sets in a soft' manner..." Mathematical Reviews
This textbook , based on courses taught by the author to students in the USA and Europe, introduces the geometry, analysis and topology necessary to understand the mathematical framework for computer graphics. Topics range from symmetry and tiling to chaos and fractals. Applications include computational geometry, numerical analysis and geometrical modelling.
"About this title" may belong to another edition of this title.
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